The direct income capitalization model employs an infinite time horizon.
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What is time horizon?</u></h3>
- A time horizon, sometimes referred to as a planning horizon, is a set point in the future where specific activities will be assessed or taken to have concluded.
- Assigning such a defined horizon time is important in an accounting, financial, or risk management regime so that alternatives can be assessed for performance over the same time frame.
In the real world, a time horizon is physically impossible. Even though short term horizons like end of day, end of week, and end of month matter in accounting, these horizons are typically used for simple mark to market processes and summing up.
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Personal finance depends on your behavior because you are the manager of your financial resources, so it is necessary to carry out personal planning of your finances.
Personal financial behavior can be measured by six dimensions, which are:
- Emergency funds
- Indebtedness level
- Savings rates
- Asset diversification
- Retirement Preparation
- Wealth distribution
Personal finances are directly impacted by our behaviors and decisions. Some of these behaviors are subconscious and difficult to identify, but they should be analyzed in case they negatively influence your finances.
Therefore, financial planning is essential to use your financial resources consciously and in accordance with your goals.
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Answer:
Henry is the intended beneficiary of the insurance policy and as such, he is bound to the time limitations and all the other clauses included in the contract.
Explanation:
Intended beneficiaries are third parties that can benefit from a contract. Third parties are not part of the contract and may not even know that they were included as beneficiaries in it, but they are bound by all the legal clauses included in the contract. They must be included in the contract and all the benefits they might obtain have to be explicitly established.
Answer:
$4,687.50
Explanation:
The computation of the depreciation expense of the second year using the double-declining method is shown below:
First we have to determine the depreciation rate which is given below:
= One ÷ useful life
= 1 ÷ 4
= 12.5%
Now the rate is double So, 25%
In year 1, the original cost is $25,000, so the depreciation is $6,250 after applying the 25% depreciation rate
And, in year 2, the ($25,000 - $6,250) × 25% = $4,687.50
1. revenue 2. income 3. graph 4. equity 5. balance sheet 6. income taxes